Non-classical boundary value problem for the heat conduction equation
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Date
2024
Authors
Drin, Iryna
Drin, Svitlana
Drin, Yaroslav
Lutskiv, Mykhailo
Journal Title
Journal ISSN
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Abstract
The first boundary value problem for the heat conduction equation was studied in. We provide the first proof of a formula for solving the non-classical boundary value problem, where the temperature is specified at the left end of a homogeneous rod and its flux at the right end.
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Keywords
conduction equation, boundary value problem for the heat conduction equation, non-classical boundary value problem, conference abstracts
Citation
Non-classical boundary value problem for the heat conduction equation / Irina Drin, Svitlana Drin, Yaroslav Drin, Mykhailo Lutskiv // XХXIX International Conference "Problems of decision making under uncertainties" (PDMU-2024), Brno, Czech Republic, September 9-10, 2024 : abstracts / Taras Shevchenko National University of Kyiv (Ukraine), University of Defence, Brno, Czech Republic [et al.]. - Кyiv, 2024. - P. 52.